Abstract

We show that multilinear interpolation can be lifted to multilinear operators from spaces generated by the minimal methods to spaces generated by the maximal methods of interpolation dened on a class of couples of compatible p -Banach spaces. We also prove mutlilinear interpolation theorem for operators on Calder on-Lozanovskii spaces between Lp-spaces with 0 < p 1. As an application we obtain interpolation theorems for multilinear operators on quasi-Banach Orlicz spaces.

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